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Oscillation analysis of the solutions for a four coupled FHN network model with delays., и . IJCNN, стр. 2776-2782. IEEE, (2014)Guest Editorial Special Issue on Drawing and Handwriting Processing for User-Centered Systems., , и . IEEE Trans. Hum. Mach. Syst., 47 (2): 165-168 (2017)A self-organizing neural network for learning and generating sequences of target-directed movements in the context of a delta-lognormal synergy., и . ICNN, стр. 1999-2004. IEEE, (1995)Could Sigma-Lognormal Modeling Help Teachers to Characterize the Kinematic Efficiency of Pupils' Cursive Procedures of Handwriting?, , , и . The Lognormality Principle, том 88 из Series in Machine Perception and Artificial Intelligence, World Scientific, (2020)Kinematic Synthesis for 3D Signatures., , , , , , и . IJCB, стр. 1-7. IEEE, (2022)Gesture Input for Users with Motor Impairments on Touchscreens: Empirical Results based on the Kinematic Theory., , , и . CHI Extended Abstracts, ACM, (2018)Invited Lecture I: Strokes against Stroke - Stroke For Strides.. ICFHR, стр. 363. IEEE Computer Society, (2012)Training of On-Line Handwriting Text Recognizers with Synthetic Text Generated Using the Kinematic Theory of Rapid Human Movements., , и . ICFHR, стр. 543-548. IEEE Computer Society, (2014)The Delta LogNormal theory for the generation and modeling of cursive characters., и . ICDAR, стр. 495-498. IEEE Computer Society, (1995)Looking for the brain stroke signature., и . ICPR, стр. 1811-1814. IEEE Computer Society, (2012)